A STRUCTURE THEOREM FOR COMPLETE INTERSECTIONS

Eun Jeong Choi,Oh-Jin Kang,Hyoung J. Ko

A STRUCTURE THEOREM FOR COMPLETE INTERSECTIONS

2009

Eun Jeong Choi
Oh-Jin Kang
Hyoung J. Ko

Buchsbaum and Eisenbud proved a structure theorem for Gorenstein ideals of grade 3. In this paper we derive a class of the perfect ideals from a class of the complete matrices. From this we give a structure theorem for complete intersections of grade g > 3.

Keywords:

Combinatorics
Intersection theorem
Topology
Structured program theorem
Matrix (mathematics)
Complete intersection
Discrete mathematics
Mathematics

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